UNIVERSIDAD CENTRAL DEL ECUADOR FACULTAD DE FILOSOFIA LETRAS Y CIENCIAS DE LA EDUCACION CARRERA DE INFORMÁTICA TEMA: LUZ NOCTURNA AUTOMÁTICA INTEGRANTES:
BOADA EDISON DE LA CRUZ GLORIA LÓPEZ ÁNDRES NAVARRETE ROLANDO 5TO SEMESTRE 2012-2012 OBJETIVOS GENERAL
Realizar un proyecto en protoboard utilizando materiales eléctricos
OBJETIVO ESPECIFICO
Conocer el funcionamiento de cada uno de los componentes dentro de un circuito
PROTOBOARD El protoboard es una tabla que permite interconectar componentes electrónicos sin necesidad de soldarlos. Así, se puede experimentar de manera fácil y ágil a través del rápido armado y desarmado de circuitos eléctricos. La lógica de operación del protoboardes muy sencilla, básicamente, ésta es una tabla con orificios los cuales están conectados entre sí en un orden coherente. ESQUEMA DEL PROTOBOARD En la figura se muestra una tabla con múltiples orificios los cuales se pueden ordenar, al igual que una matriz, en filas y columnas. En particular el esquema muestra un protoboard de 28 filas y 16 columnas. Las columnas han sido concentradas en los grupos A, B, C y D. Cada fila del grupo A representa un nodo, al igual que cada fila del grupo B, es decir, si se conecta el terminal de algún elemento electrónico en el orificio (1,3), éste estará conectado directamente con el terminal de otro elemento electrónico que se conecta en el orificio (1,4). Además, cada columna del grupo C representa un nodo, al igual que cada columna del grupo D. Los largos de las columnas de los grupos C y D están divididos en dos mitades, desde la fila 1 a la 13, y desde la fila 16 a la 28, esto permite tener un mayor número de nodos. ILUSTRACIÓN DE NODOS DE UN PROTOBOARD El grupo A tiene 28 nodos, al igual que el grupo B. Además, los grupos C y D tienen 4 nodos cada uno. El total de nodos de esta protoboard en particular es de 64 nodos. Por convención y comodidad, los grupos A y B se ocupan para interconexión de componentes en general, mientras que los nodos de los grupos C y D se utilizan para la alimentación de la tabla. COMO USAR EL PROTOBOARD Para hacer las uniones entre puntos distantes de los circuitos se utiliza cable sólido (alambre) calibre 22 aislado (cable telefónico). Como se puede observar en la figura anterior, de la estructura del protoboard, las filas de orificios tienen cinco perforaciones que se conectan entre sí en forma vertical (marcados con la letra A). Sin embargo, entre cada fila no hay contacto. Además, existe un canal central separador cuya distancia es igual a la que existe entre las filas de terminales de los circuitos integrados (0.3’’). Esto es con el fin de ubicar sobre dicha separación todos los integrados que tenga el circuito. Inserte primero en forma ordenada y según el diagrama, los componentes principales como los circuitos integrados y/o transistores, alrededor de los cuales van conectadas las resistencias, capacitores, diodos, leds, cables, etc. Esto nos permite establecer el área de trabajo y determinar si hay suficiente espacio para el circuito. Las líneas verticales no están unidas a cada lado del canal central, lo que establece dos áreas de conexiones para el circuito. Los contactos de las filas externas (marcados con la letra B en la figura anterior, de la estructura del protoboard) se unen entre sí pero en forma horizontal y reciben el nombre de buses. La mayoría de los protoboard traen dos buses a cada lado y se utilizan, generalmente, para manejar en ellos la alimentación del circuito (positivo y negativo). No construya un “nido de pájaros”; esto dificulta la revisión del circuito y aumenta la probabilidad de fallas. En muchas ocasiones perdemos más tiempo buscando un error que el que nos tomaría hacer un buen montaje desde el principio. En caso de que este construido de esta manera y no funcione, tendrá que desarmarlo y volverlo a armar. COMPONENTES ELECTRÓNICOS PARA USAR CON PROTOBOARD Materiales Eléctricos: Resistencias Eléctricas Las resistencias son componentes eléctricos pasivos en lo que la tensión que se les aplica es proporcional a la intensidad que circula por ellos. Los materiales empleados para la fabricación de las resistencias son muy variados pero los más comunes son aleaciones de cobre, níquel y zinc en diversas proporciones de cada uno lo que hará variar la resistividad.
FOTOCELDAS Las fotoceldas son pequeños dispositivos que producen una variación eléctrica en respuesta a un cambio en la intensidad de la luz.
Transistor NPN 2N3904 Es un dispositivo electrónico de estado sólido consistente en dos uniones PN muy cercanas entre sí, que permite controlar el paso de la corriente a través de sus terminales. Un transistor de unión bipolar está formado por dos Uniones PN en un solo cristal semiconductor, separados por una región muy estrecha. De esta manera quedan formadas tres regiones:
Emisor, que se diferencia de las otras dos por estar fuertemente dopada, comportándose como un metal. Su nombre se debe a que esta terminal funciona como emisor de portadores de carga.
Base, la intermedia, muy estrecha, que separa el emisor del colector.
Colector, de extensión mucho mayor.
LED El LED es un tipo especial de diodo, que trabaja como un diodo común, pero que al ser atravesado por la corriente eléctrica, emite luz. Simbología
Potenciómetro
Es un resistor cuyo valor de resistencia es variable. De esta manera, indirectamente, se puede controlar la intensidad de corriente que fluye por un circuito si se conecta en paralelo, o la diferencia de potencial al conectarlo en serie. Batería y broche Batería.- El recipiente de la pila es de acero y la disposición del zinc y del óxido de manganeso (IV) es la contraria, situándose el zinc, ahora en polvo, en el centro. La cantidad de mercurio empleada para regularizar la descarga es mayor. Esto le confiere mayor duración, más constancia en el tiempo y mejor rendimiento. También suministra una fuerza electromotriz de 1,5 V. Se utiliza en aparatos de mayor consumo como: grabadoras portátiles, juguetes con motor, flashes electrónicos. Broche porta-pila. Se usa principalmente en tablillas de conexión (Protoboard) o para alimentar cualquier prototipo de circuitos electrónicos. Cables de conexión Nos permitirá realizar las conexiones entre los diferentes pines del micro controlador y dispositivos externos.
Proyecto Experimental LUZ NOCTURNA AUTOMATICA Descripción: En el circuito la luz nocturna automática, los leds se encienden en la noche y se apagan en el día. El brillo de los leds, es inversamente proporcional a la intensidad de la luz recibida por la foto celda. A más luz recibida por la foto celda, menor es el brillo de los leds, y viceversa. Con el potenciómetro R3, puede ajustar la sensibilidad del dispositivo, para conservar los leds apagador bajo cualquier nivel de luz, y luego automáticamente se enciende cuando la luz desaparezca. Para chequear el dispositivo, primero conecte la batería y luego ajuste R3 hasta que los leds se apaguen. Luego haga sombra con la mano en la cara de la foto celda, y los leds se iluminaran. Materiales: R1: 47 ohmios (amarillo, violeta, negro, dorado) R2: 16K (Café, Azul, Naranja, Dorado) R3: Potenciómetro 100k P1: Foto celda Transistor NPN 2N3904 2 Leds Batería con broche. LUZ NOCTURNA AUTOMÁTICA DIAGRAMA PICTÓRICO
PROCEDIMIENTO Paso 1.-Insertamos el transistor NPN 2N3904 en el Protoboard
Paso 2.-Colocamos la fotocelda de la siguiente manera
Paso 3.- luego de colocar la fotocelda y el transistor procedemos a pon los leds de esta manera.
Paso 4.- seguido a los leds colocamos las resistencias de respectivamente como se muestran en el esquema.
Paso 5.- procedemos a colocar el potenciómetro de 100k.
Paso 6.- conectamos los cables que se indica a continuación.
Paso 7.- insertamos los polos positivo y negativo de la batería de 9v, al circuito.
Paso 8.- podemos observar que el circuito funciona correctamente.
WEBGRAFIA CITADO DE: http://proyectoselectronics.blogspot.com/2009/02/que-es-un-protoboard.html FECHA DE CONSULTA: 28/05/2012 CITADO DE: http://www.juntadeandalucia.es/averroes/ies_bellavista/DPTOS/TEC/DOCUTEC/EL%20USO%20DE%20PLACAS%20PROTOBOARD%20PARA%20ENSAYAR%20CIRCUITOS.pdf FECHA DE CONSULTA: 01/06/2012 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]]
FACULTAD DE FILOSOFIA LETRAS Y CIENCIAS DE LA EDUCACION
CARRERA DE INFORMÁTICA
TEMA: LUZ NOCTURNA AUTOMÁTICA
INTEGRANTES:
BOADA EDISON
DE LA CRUZ GLORIA
LÓPEZ ÁNDRES
NAVARRETE ROLANDO
5TO SEMESTRE
2012-2012
OBJETIVOS GENERAL
OBJETIVO ESPECIFICO
PROTOBOARD
El protoboard es una tabla que permite interconectar componentes electrónicos sin necesidad de soldarlos. Así, se puede experimentar de manera fácil y ágil a través del rápido armado y desarmado de circuitos eléctricos. La lógica de operación del protoboardes muy sencilla, básicamente, ésta es una tabla con orificios los cuales están conectados entre sí en un orden coherente.
ESQUEMA DEL PROTOBOARD
Cada fila del grupo A representa un nodo, al igual que cada fila del grupo B, es decir, si se conecta el terminal de algún elemento electrónico en el orificio (1,3), éste estará conectado directamente con el terminal de otro elemento electrónico que se conecta en el orificio
ILUSTRACIÓN DE NODOS DE UN PROTOBOARD
El grupo A tiene 28 nodos, al igual que el grupo B.
Además, los grupos C y D tienen 4 nodos cada uno. El total de nodos de esta protoboard en particular es de 64 nodos. Por convención y comodidad, los grupos A y B se ocupan para interconexión de componentes en general, mientras que los nodos de los grupos C y D se utilizan para la alimentación de la tabla.
COMO USAR EL PROTOBOARD
Para hacer las uniones entre puntos distantes de los circuitos se utiliza cable sólido (alambre) calibre 22 aislado (cable telefónico).
Como se puede observar en la figura anterior, de la estructura del protoboard, las filas de orificios tienen cinco perforaciones que se conectan entre sí en forma vertical (marcados con la letra A). Sin embargo, entre cada fila no hay contacto. Además, existe un canal central separador cuya distancia es igual a la que existe entre las filas de terminales de los circuitos integrados (0.3’’). Esto es con el fin de ubicar sobre dicha separación todos los integrados que tenga el circuito.
Inserte primero en forma ordenada y según el diagrama, los componentes principales como los circuitos integrados y/o transistores, alrededor de los cuales van conectadas las resistencias, capacitores, diodos, leds, cables, etc. Esto nos permite establecer el área de trabajo y determinar si hay suficiente espacio para el circuito.
Las líneas verticales no están unidas a cada lado del canal central, lo que establece dos áreas de conexiones para el circuito.
Los contactos de las filas externas (marcados con la letra B en la figura anterior, de la estructura del protoboard) se unen entre sí pero en forma horizontal y reciben el nombre de buses. La mayoría de los protoboard traen dos buses a cada lado y se utilizan, generalmente, para manejar en ellos la alimentación del circuito (positivo y negativo).
COMPONENTES ELECTRÓNICOS PARA USAR CON PROTOBOARD
Materiales Eléctricos:
Resistencias Eléctricas
Las resistencias son componentes eléctricos pasivos en lo que la tensión que se les aplica es proporcional a la intensidad que circula por ellos.
Los materiales empleados para la fabricación de las resistencias son muy variados pero los más comunes son aleaciones de cobre, níquel y zinc en diversas proporciones de cada uno lo que hará variar la resistividad.
FOTOCELDAS
Las fotoceldas son pequeños dispositivos que producen una variación eléctrica en respuesta a un cambio en la intensidad de la luz.
Transistor NPN 2N3904
Un transistor de unión bipolar está formado por dos Uniones PN en un solo cristal semiconductor, separados por una región muy estrecha. De esta manera quedan formadas tres regiones:
- Emisor, que se diferencia de las otras dos por estar fuertemente dopada, comportándose como un metal. Su nombre se debe a que esta terminal funciona como emisor de portadores de carga.
- Base, la intermedia, muy estrecha, que separa el emisor del colector.
- Colector, de extensión mucho mayor.
LEDEl LED es un tipo especial de diodo, que trabaja como un diodo común, pero que al ser atravesado por la corriente eléctrica, emite luz.
Simbología
Potenciómetro
Es un resistor cuyo valor de resistencia es variable. De esta manera, indirectamente, se puede controlar la intensidad de corriente que fluye por un circuito si se conecta en paralelo, o la diferencia de potencial al conectarlo en serie.Batería.- El recipiente de la pila es de acero y la disposición del zinc y del óxido de manganeso (IV) es la contraria, situándose el zinc, ahora en polvo, en el centro. La cantidad de mercurio empleada para regularizar la descarga es mayor. Esto le confiere mayor duración, más constancia en el tiempo y mejor rendimiento. También suministra una fuerza electromotriz de 1,5 V. Se utiliza en aparatos de mayor consumo como: grabadoras portátiles, juguetes con motor, flashes electrónicos.
Broche porta-pila. Se usa principalmente en tablillas de conexión (Protoboard) o para alimentar cualquier prototipo de circuitos electrónicos.
Cables de conexión
Nos permitirá realizar las conexiones entre los diferentes pines del micro controlador y dispositivos externos.
Proyecto Experimental
LUZ NOCTURNA AUTOMATICA
Descripción:
En el circuito la luz nocturna automática, los leds se encienden en la noche y se apagan en el día. El brillo de los leds, es inversamente proporcional a la intensidad de la luz recibida por la foto celda. A más luz recibida por la foto celda, menor es el brillo de los leds, y viceversa.
Con el potenciómetro R3, puede ajustar la sensibilidad del dispositivo, para conservar los leds apagador bajo cualquier nivel de luz, y luego automáticamente se enciende cuando la luz desaparezca.
Para chequear el dispositivo, primero conecte la batería y luego ajuste R3 hasta que los leds se apaguen. Luego haga sombra con la mano en la cara de la foto celda, y los leds se iluminaran.
Materiales:
R1: 47 ohmios (amarillo, violeta, negro, dorado)
R2: 16K (Café, Azul, Naranja, Dorado)
R3: Potenciómetro 100k
P1: Foto celda
Transistor NPN 2N3904
2 Leds
Batería con broche.
LUZ NOCTURNA AUTOMÁTICA
DIAGRAMA PICTÓRICO
PROCEDIMIENTO
Paso 1.-Insertamos el transistor NPN 2N3904 en el Protoboard
Paso 2.-Colocamos la fotocelda de la siguiente manera
Paso 3.- luego de colocar la fotocelda y el transistor procedemos a pon los leds de esta manera.
Paso 4.- seguido a los leds colocamos las resistencias de respectivamente como se muestran en el esquema.
Paso 5.- procedemos a colocar el potenciómetro de 100k.
Paso 6.- conectamos los cables que se indica a continuación.
Paso 7.- insertamos los polos positivo y negativo de la batería de 9v, al circuito.
Paso 8.- podemos observar que el circuito funciona correctamente.
WEBGRAFIA
CITADO DE:
http://proyectoselectronics.blogspot.com/2009/02/que-es-un-protoboard.html
FECHA DE CONSULTA: 28/05/2012
CITADO DE:
http://www.juntadeandalucia.es/averroes/ies_bellavista/DPTOS/TEC/DOCUTEC/EL%20USO%20DE%20PLACAS%20PROTOBOARD%20PARA%20ENSAYAR%20CIRCUITOS.pdf
FECHA DE CONSULTA: 01/06/2012
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]]